The program has a new website, please visit our new website here: vietnampolymathreu.com
​
Inspired by Polymath Jr. Program, Vietnam-Polymath-REU aims to provide Vietnamese undergraduate students with the training, skills, and information needed to succeed in the next step of their careers.
There will be three main components in this program: Mini-courses, Research, and Mentoring. First, we will offer a series of mini-courses that aim to help students build a deeper background in a variety of mathematical topics. After this phase, students will enter the research phase where they work on a series of accessible research problems. During this second phase, each student will work under the supervision of an active and experienced mentor from Vietnam or abroad. These mentors will provide the students with guidance and support throughout their projects. Additionally, students will have a chance to learn more about graduate schools, academic life, and get advice on how to go through the Phd/Master application process. Furthermore, there will be a monthly one-day meeting where students can present their current progress to the whole team. We expect the mentorship to be long-lasting and students can always request recommendation letters from their mentors.
Tentative plan:
Accept applications: 5 August to 27 August 2023
Interview: 28-31 August 2023
Mini-courses: 1-30 September 2023
Research phase: October 2023-October 2024
REU workshop at VIASM: July 2024
Note that the whole program will take place online via Zoom.
To apply: Please fill out this form by August 27, 2023.
Please visit our new website here: vietnampolymathreu.com
For any questions, please don't hesitate to contact one of the following organizers:​
-
Thomas Koberda: thomas.koberda@gmail.com
-
Anh Tu Nguyen: natu@hcmiu.edu.vn
-
Tho Tung Nguyen: nguyenthotung@gmail.com
-
Thang Pham: phamanhthang.vnu@gmail.com
-
Tuan Tran: manhtuankhtn@gmail.com
List of projects for 2023-2024
Topic 1: Random walks on Cayley graphs and unimodular random graphs.
Topic 2: The Tiling Conjecture.
Topic 3: Prime orthogeodesics in the truncated thrice-punctured sphere.
Topic 4: LOT groups and the Whitehead Conjecture.
Topic 5: Incidence Geometry.
Topic 6: On the structure and realizability of some reconfiguration graphs.
Topic 7: Period collapse phenomena in characteristic quasi-polynomials.
Topic 8: AI for Science.
Topic 9: The finite field sum-product problem and related questions (for a group of 8 students).
Topic 10: Polynomial methods and applications.
Tu Nguyen
(Vietnam National University, HCM)
Tung T. Nguyen (Western University and Onepick Inc, USA)
Thang Pham
(Vietnam National University, Hanoi)
Tuan Tran
(University of Science and Technology of China)
2023-2024 mentors
Ben Hayes
University of Virginia
Operator Algebras, Ergodic Theory, Measured Group Theory, Sofic Groups
Sang-Hyun Kim
Korea Institute for Advanced Study (KIAS)
Geometric Group Theory,
Low-dimensional Topology
Thomas Koberda
University of Virginia
Geometric Group Theory, Logic
Geometric Topology, Dynamical Systems.
Tu Nguyen
Vietnam National University, HCM
Thang Pham
VNU University of Science, Hanoi
Discrete Geometry, Additive Combinatorics, Geometric Measure Theory.
Ser Peow Tan
National University of Singapore
Low-dimensional Topology, Geometric Structures, Representation Varieties, and Dynamics of Group Actions.
Organizers
Thomas Koberda
University of Virginia
Tu Nguyen
Vietnam National University, HCM
Tung T. Nguyen
Western University
Thang Pham
Vietnam National University, Hanoi
Tuan Tran
University of Science and Technology of China
Program Assistant
Quy Pham
University of Rochester
2022-2023 mentors
Debsoumya Chakraborti
(Institute for Basic Science, Korea)
His research interest lies in Extremal Combinatorics, Probabilistic Combinatorics, Random Graphs, Discrete Probability, Discrete Geometry.
Doowon Koh
(Chungbuk National University, Korea)
He is currently working on geometric measure theory with an emphasis on restriction/extension theory and the Falconer distance conjecture.
Tu Nguyen
(Vietnam National University, HCM)
He is currently working on partial differential equations.
Thang Pham
(Vietnam National University, Hanoi)
He is currently working on Discrete Geometry, Additive Combinatorics, and Geometric Measure Theory.
Steven Senger
(Missouri State University, USA)
He is currently working on Geometric combinatorics, Additive number theory, and Swarm intelligence.
​
​
Chun-Yen Shen
(National Taiwan University)
He is currently working on Additive Combinatorics, Harmonic Analysis and Geometric Measure Theory.
​
​
Casey Tompkins
(Renyi Institute of Mathematics, Hungary)
He works in extremal combinatorics. A major topic of his research is finding hypergraph generalizations of classical results in graph theory.
Tuan Tran
(University of Science and Technology of China)
His research interests include Extremal and Probabilistic Combinatorics, Ramsey Theory, and Additive Combinatorics.
​